Free, AI-curated practice for the Series section of SSC CGL. We have 77+ verified questions in this bank. Below: 5 sample questions. Sign up free to unlock unlimited practice + AI explanations + per-topic analytics.
A number series follows a hidden rule. Your job is to find the odd one out or fill in the missing term. SSC CGL rarely gives textbook-simple arithmetic progressions. Most series use layered logic: differences that themselves form a pattern, or alternating operations on odd and even positions.
Series: 2, 5, 10, 17, 26, ? — Differences: 3, 5, 7, 9 — next difference is 11, so answer = 26+11 = 37. Pattern: differences are odd numbers in order.
Wrong term: 1, 4, 9, 16, 25, 35, 49 — This is squares: 1,4,9,16,25,36,49. So 35 is wrong; correct is 36.
In letter series, each letter is treated as its position number in the alphabet (A=1, B=2, ... Z=26). The trick is to convert letters to numbers, find the numeric pattern, then convert back. SSC CGL often uses gaps of +3, +4, +5 or skips alternate letters.
Mixed series combines letters, numbers, and sometimes symbols in a sequence. Each element follows its own sub-pattern. Treat letters and numbers as separate tracks running in parallel. SSC CGL tier-1 uses this to confuse aspirants who try to treat the whole series as one unit.
Series: B4, D9, F16, H25, ? — Letters: B,D,F,H — gap of +2 each, next is J. Numbers: 4,9,16,25 — squares of 2,3,4,5 — next is 36. Answer: J36.
SSC CGL asks two types: find what comes next (or fills the blank), and find the odd one out (the term that breaks the pattern). For wrong-term questions, do not assume the first term is always correct — always verify the rule with at least 3-4 consecutive terms before concluding.
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